00:01
We have a mixture of ethylene and then we're going to burn it in oxygen.
00:05
So the total mass of the mixture is 9 .780 gram, and then we have 1 .12 more of oxygen being consumed.
00:14
So what would be the mass percentage of ethan in the mixture? okay, so first of all i will convert everything, all the known mass to number of modes.
00:30
However, we don't know the number, the mass of individual of both components.
00:37
So that's why we're going to assume that we will x gram of the e -thing, where we want to find the mass percentage of e -thing.
00:46
Okay, so we are going to convert to number of more by using x.
00:53
So for a number more eithing, or c2h6, is equal to x, divided by the number of more, motor mass.
01:02
The motor mass of ethane is equals to 30.
01:09
Okay, so we will have the number of more of ethene, and then we would like to know the number of more oxygen being consumed by the combustion of the thing.
01:20
So we just, you can see that the motor ratio is 1 to 7 over 2, or 1 to 3 .5.
01:28
So we will have 3 .5 times x, divide by and this is the number of more oxygen required for eithing.
01:39
So this is for you think.
01:42
All right, so and then for propane, we're going to do this same coalition.
01:48
Because the to full mixture is 9 .780, so we have the overall mass subtract eggs.
01:55
We should have the mass of propane.
01:57
So, and then we're going to divide it by the mass of propane.
02:02
It will be equal to 44.
02:04
All right, so the number of more oxygen is, required for propane combustion will be equal to the number of most time 5 because the ratio is 1 to 5...